Numerical Methods
Other Math
Approximate solutions when exact answers are impractical — root-finding, interpolation, numerical integration, and methods for ordinary differential equations.
Learning Objectives
- Apply bisection, Newton's, and secant methods for root-finding
- Construct polynomial interpolations using Lagrange and Newton forms
- Estimate definite integrals with trapezoidal and Simpson's rules
- Solve ODEs numerically with Euler's and Runge-Kutta methods
- Analyze truncation error and convergence
Lessons
Quick Practice
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